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sible to remain in a position before being given evidence that you should get out. So in this case, even though the stock had already fallen from $50 to $40 before you were warned, this warning at least would have prevented you from holding on to the later price of $4, a 90 percent drop from the trendline violation. As mentioned earlier in this chapter, a stock doesn t necessarily collapse because it has broken below its trendline (keep in mind prices can break above trendlines as well, but for this introduction, we will focus on breakdowns). After a price crosses below a trendline, the price can (a) go up, (b) go down, or (c) go sideways. There s really no way to know for sure! But the trendline at least provides a likely indication to what the stock will do next. Take Diebold, for instance (Figure 7.7), which fell below its trendline in early 1984. Had you sold right away, you would have received about $6.50 per share for your stock. However, it slowly climbed its way to $8, more than a 20 percent increase in value. But this is the important point: The stock did not cross above its trendline again. It clung to it, inching higher, staying just beneath its newfound resistance level. It nally

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SkSk+l -

making the topology of the chain that of a circle, as shown in Fig. 14.15. The partition function is

Q,( H, T)

By default, Outlook retains the original message when you click the Reply or Reply All button.To turn off this feature, click the File tab and then click Options. In the Outlook Options dialog box, click Mail. Under Replies and Forwards, click the When replying to a message and click Do not include original message. Click OK.

(14.7t-

where each Sk independently assumes the values 1. The partition function can be expressed in terms of matrices.* Let us writc

+ Sk+l)]}

which is equivalent to (14.76) by virtue of (14.75). Let a 2 x 2 matrix P be defined that its matrix elements are given by

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below its trendline early in 1984, then it climbed higher for the rst half of the year. It failed to cross back over its trendline, however, and subsequently fell hard.

(14.7~'

1. A list of all the matri\

+ 1) (- 11 P I - 1)

= eP(<+H) = eP -H) e-;i'

(14.79'

Suppose you receive an e-mail message from someone and you do not have a record for that individual in Outlook Contacts. Fortunately, Outlook makes it easy to add the contact information of the sender of any message you receive to your Outlook Contacts, directly from the message itself. Once the person has been added to Outlook Contacts, if you want to send a new message to that person at a later time, you can click the To button in the message window and choose his or her name from the Select Names: Contacts dialog box.

(+ I(P( - 1) = (- I(P( + 1) =

(14.80)

*The matrix formulation of the Ising model in general is due to H. A. Kramers and G. H. Wannier, Phys. Rev. 60, 252 (1941).

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FIGURE 7.8 A trendline break can precede the creation of a different pattern. In this case, after Cleveland Cliffs broke its trendline, it formed a head and shoulders pattern, which strengthened the bearish case.

QJ(H, T)

L(SllPl s 2)(S2I P ls 3)'" (sNIPlsl)

(14.81) where A+ and A_ are the two eigenvalues of P, with A+ ~ A_. The fact that QJ is the trace of the Nth power of a matrix is a consequence of the periodic boundary condition (14.75). Because of the way P enters in (14.81), it is called the transfer matrix. By an easy calculation we find that the two eigenvalues A are A

= e{J(

[cosh (f3H) vsinh2 (f3H) + e- 4{J(]

~ 00

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(14.82)

~AAH, T)

succumbed and fell over the next year to $4.50, losing about half its peak value. As you learn about other drawn objects (such as channels, retracements, horizontal lines, and so on), you will see how to combine them to perform more complex analyses. Figure 7.8 shows Cleveland Cliffs (CLF) dipping beneath its trendline. In retrospect, when it did this, it was about halfway through the job of creating what is known as a head and shoulders pattern, highlighted here by the use of a horizontal line. Now that you have the general idea as to what constitutes a trendline and why it is useful, it s time to learn how to make them in ProphetCharts.

-t: -

(14.83)

kT log [cosh (f3H) + vsinh2 (f3H) + e- 4{J(] (14.84)

sinh (f3H)

-MJ(H, T)

vsinh2 (f3H) + e- 4{J(

(14.85)

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